Transcription of Introduction to Wavelet - Computer Science
{{id}} {{{paragraph}}}
Workshop 118 on Wavelet Application in Transportation Engineering, Sunday, January 09, 2005 Fengxiang Qiao, Texas Southern UniversitySSA1D1A2D2A3D3 Introduction to Wavelet A TutorialTABLE OF CONTENTTABLE OF CONTENTO verviewHistorical DevelopmentTime vs Frequency Domain Analysis Fourier Analysis Fourier vs Wavelet TransformsWavelet Analysis Tools and SoftwareTypical ApplicationsSummary ReferencesOVERVIEWOVERVIEWW avelet A small waveWavelet Transforms Convert a signal into a series of wavelets Provide a way for analyzing waveforms.
♥Main branch leading to wavelets ♥By Joseph Fourier (born in France, 1768-1830) with frequency analysis theories (1807) From the Notion of Frequency Analysis to Scale Analysis ♥Analyzing f(x) by creating mathematical structures that vary in scale Ø Construct a function, shift it by some amount, change its scale, apply that
Domain:
Source:
Link to this page:
Please notify us if you found a problem with this document:
{{id}} {{{paragraph}}}